Remove all grouping symbols and combine like terms,
a - { a - [ a- (2a - b) + 3a ]}

Answers

Answer 1
Answer: a -\{ a - [ a- (2a - b) + 3a ]\}=\n a -\{ a - [ a- 2a + b + 3a ]\}=\n a -\{ a - [ 2a+b ]\}=\n a -\{ a - 2a - b \}=\n a -\{ - a- b \}=\n a+a+b=\n 2a+b
Answer 2
Answer: a - { a - [ a- (2a - b) + 3a ]}
= a - {a - (a - 2a + b + 3a)}
= a - {a - (2a + b)}
= a - (a - 2a -b )
= a - (-a - b)
= a + a + b
= 2a + b


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A system of equations is shown below: n = 3m + 7 n − 2m = 1 What is the solution, in the form (m, n), to the system of equations? (3, 7) (1, 8) (−3, −2) (−6, −11)

Answers

Answer:

( m, n) = ( -6 , 11) .

Step-by-step explanation:

Given  : A system of equations is shown below: n = 3m + 7

n − 2m = 1.

To find :  What is the solution, in the form (m, n), to the system of equations.

Solution : We have given

n = 3m + 7 ------(1)

n − 2m = 1

We can write it as   n = 1 + 2m -----(2)

In equating both equation (1) = (2).

n = n

3m + 7  = 1 +2m.

On  subtracting both sides by 2m

3m -  2m + 7 = 1.

m + 7 = 1

On subtracting by 7 both sides

m = 1 - 7.

m = -6.

On plugging the value of m = -6 in equation 1.

n = 3m + 7

n = 3 (-6) + 7.

n = -18 + 7.

n = -11.

Then solution ( m, n) = ( -6 , 11) .

Therefore, ( m, n) = ( -6 , 11) .

n=3 m+7
n-2 m=1     | -2 m      => n=1+2m

n=3 m+7
n=1+2 m

n=n

3m+7=1+2m       |-7 and -2m
m = -6

n=1+2m 
n=1+2*(-6)
n=-11

(-6,-11)

How do you find perimeter

Answers

All you do is add up all your sides! So if your shape has 4+4+5+5 = 18. All you do is add them up! 

Which difference will be positive?

-4 - (-5)
-4 - 3
8 - 9
-6 - (-4)

Answers

The 1st one -4 - (-5) equals 1

Which graph shows the function f(x) = x with an input of f (1/3x)?

Answers

Answer:

D

Step-by-step explanation:

Answer:

B

Step-by-step explanation:

its b on ed 2020

Determine the digits of Y from these clues. The digits of Y add to 16. The first digit is 4 times the third digit. The second digit is 3 times the third digit. Y is a three digit number.

Answers

Answer:

The number Y is  862.

Step-by-step explanation:

Given : Y is a three digit number and the digits of Y add to 16 and The first digit is 4 times the third digit. The second digit is 3 times the third digit.

We have to find the number Y.

Since, Y is a three digit number

Let Y = abc , where a, b, c are the digits of Y.

According to given question ,

a + b + c = 16  ........(1)

also, The first digit is 4 times the third digit that is a = 4c  ....(2)

and, The second digit is 3 times the third digit that is b= 3c ....(3)

Substitute (2) and (3) in (1) , we get,

⇒ 4c + 3c + c = 16

⇒ 8c = 16

⇒ c = 2

Thus, c = 2

Put c = 2 in (2) and (3) to find a and b ,

thus,  a = 4c = 4(2) = 8

b = 3c = 3(2)= 6

Thus, number Y = abc = 862.

The number is 862. (:

Simplify p(p - q) - q(q - p).

Answers

p(p-q) - q(q-p)

a(b+c) = a(b) + a(c) so...

p(p) + p(-q) - q(q) - q(-p)

p² -pq - q² + qp

a*b = b*a so...

-pq + qp = 0 so...

The answer is...

p² - q²
((p^2)-pq) - ((q^2)-pq)
(p^2) - (q^2) - 2pq